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Dear contributors of the Combinatorics.jl package,
Would you please know where I could find an implementation of (the evaluation) of the incomplete Bell polynomials?
https://en.wikipedia.org/wiki/…
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Does [sympy.logic](https://docs.sympy.org/latest/modules/logic.html) have a method to convert Boolean expressions to Boolean polynomials?
If sympy.logic doesn't have this feature yet, then it could…
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This collects all proposals to integrate multivariate polynomials in Spire.
Note: we should be careful about handling (non-?)commutativity, and which polynomial ring is obtained depending on the co…
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As found on the help pages for [Legendre](https://docs.scipy.org/doc/numpy-1.16.0/reference/routines.polynomials.legendre.html) module:
function | description
-- | --
legval(x, c[, tensor]) | Eva…
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I am working on a project that utilizes Chebyshev polynomials and might use other types of polynomials in the future, and I would like to leverage jit and auto differentiation through JAX. numpy suppo…
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Imported from SourceForge on 2024-07-08 07:12:21
Created by **[willisbl](https://sourceforge.net/u/willisbl/)** on 2005-01-28 12:03:05
Original: https://sourceforge.net/p/maxima/bugs/678
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nroots …
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... And how should we handle them ?
Should it based on seq of tuples ? On Tensor ?
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Not sure if you support special routines for cyclotomic polynomials?
Compared to JAS library this example seems to be slower (not done a real benchmark, so may be I'm wrong)?
```
Factor(x^258-1…
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The Viff codebase already has a nice python abstraction for finite fields (viff/field.py) and for matrices over finite fields. Polynomials over finite fields are also generally useful. These are alrea…
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### Steps To Reproduce
The following code prints `False`, which is clearly wrong. At the same time, removing `order=f'degrevlex(1),degrevlex(2)'` from the ring `K` definition makes things work as exp…